﻿/******************************************************************************
 * 
 * Announce: CSharpKit, Basic algorithms, components and definitions.
 *           Copyright (C) ShenYongchen.
 *           All rights reserved.
 *   Author: 申永辰.郑州 (shenyczz@163.com)
 *  WebSite: http://github.com/shenyczz/CSharpKit
 *
 * THIS CODE IS LICENSED UNDER THE MIT LICENSE (MIT).
 * THIS CODE IS PROVIDED *AS IS* WITHOUT WARRANTY OF 
 * ANY KIND, EITHER EXPRESS OR IMPLIED, INCLUDING ANY
 * IMPLIED WARRANTIES OF FITNESS FOR A PARTICULAR
 * PURPOSE, MERCHANTABILITY, OR NON-INFRINGEMENT.
 * 
******************************************************************************/

namespace CSharpKit.Numerics
{
    /// <summary>
    /// 特殊函数<br/>
    /// <list type="bullet">
    /// <item>Airy                  - 艾里函数</item>
    /// <item>Bessel                - 贝塞尔函数</item>
    /// <item>BesselModified        - 修改后的贝塞尔函数</item>
    /// <item>BesselSpherical       - 球面贝塞尔函数</item>
    /// <item>Beta                  - 贝塔函数</item>
    /// <item>Errf                  - 误差函数</item>
    /// <item>ExponentialIntegral   - 广义指数积分函数</item>
    /// <item>Factorial             - 阶乘</item>
    /// <item>Gamma                 - 伽马函数</item>
    /// <item>Hankel                - 汉克尔函数</item>
    /// <item>Harmonic              - 调和函数</item>
    /// <item>Kelvin                - 开尔文函数</item>
    /// <item>Logistic              - 逻辑函数</item>
    /// <item>StruveModified        - 修改后的斯特鲁夫函数</item>
    /// <item>Stability             - 稳定数值</item>
    /// <item></item>
    /// </list>
    /// </summary>
    /// <remarks>
    /// Beta函数和Gamma函数是最基本也是最重要的两个特殊函数，它们如同基石般奠定了整个特殊函数论大厦的基础。<br/>
    /// <href>https://encyclopediaofmath.org/wiki/Main_Page</href>
    /// </remarks>
    public static partial class SpecialFunctions { }


}
